equilibrium and kinetic studies of monoaquo complexes of platinum(i1). 2. dimerization of pt (dien)...
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8/9/2019 Equilibrium and Kinetic Studies of Monoaquo Complexes of Platinum(I1). 2. Dimerization of Pt (dien) ( HzO)2'
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Inorg.
Chem. 1987, 26,997-999 997
undergoes hydrolysis. Both the somewhat greater tran s effect of
chloride (vs. ammo nia) an d the 2 /1 statistical factor favor hy-
drolysis for this complex compar ed to the am ino acid complexes.
Finally, the extent of hydrolysis of these amino acid complexes
(as measured by
Kh)
s substantially less than tha t of Pt(en)C12.z1
This can be attributed to a sub stantial negative cis influence of
the dimethyl sulfoxide, augmente d by the 2/ 1 statistical factor
for Pt(en)C12.
Mechanism
of
Hydrolysis by OH-.
The contrasting behavior
of the th ree amino acid complexes in their reaction with hydroxide
ion
can be
accounted for on the basis of their structura l differences.
Both glycine and sarcosine complexes contain an N H proton. The
pK, of such protons has been estimated to be about 15. Thus,
addition of OH - sufficient to produce a pH of 10-12 would
produce a significant concentration of the conjugate base of these
complexes by
loss
of the N H proton. The importance of this
conjugate base mechanism for substitution reactions has long
been
recognized>2 but it is not clear why the chelate ring a nd not th e
chloride of the conju gate base is
so
readily a ttacked by OH-. The
large trans effect of Me zSO is probably an imp ortant factor.
Loss
of the N H proton should greatly strengthen the R-N bond in the
same way that
loss
of a proton from coordinated water strengthens
the
Pt-0
bond. This might
be
expected to lead to loss of the
C1-
t rans to N but the ring-opening reaction is also facilitated: the
Barton,
J
K.; Lippard, S.
. Ann. N.Y. cad. Sci.
1978, 313,686.
The
argument
here
is
similar to
the
explanation
of
the
effect
of
sub-
stitution
of N H
protons on the kinetics
of
base hydrolysis
of Pd-
(dien)CI+:
Bradley, W . H.;
Basolo, F.
.
Am . Chem. Soc.
1964, 86,
2075; 1966,88, 2944.
ring-opening reaction prevails. For the N,N-dim ethylglycin e
complex, by con trast, the ring-opening reaction does not occur
to a significant extent in competition with t he hydrolysis reaction.
This unexpected ring-opening reaction by OH- is comparable
to the unexpected c is(N ,N) addition of a second mole of amino
acid to th e aqu o species derived from the preferred isomer of
Pt(alanine)(Me2S O)C1, which Kukushk in and Garganov a first
r e ~ 0 r t e d . l ~his reaction led them to the wrong conclusion about
the stereochemistry of the compound, which they incorrectly
identified as the tran s(N,S ) isomer. At high p H values, other
ligands will readily displace the
0
of the coordinated carboxyl
group. For the reaction with
OH-,
the effect is strictly a kinetic
effect. Given enough time, the predo minant species is the ring-
closed, chloride-substituted species that would result from simple
displacement.
An un derstanding of the chemistry of the formation of aqu o
(and hydroxo) species from chloro species has enabled
us
to
prepare aqu o species readily and to analyze the acid-base and
dimerization properties of these aquo species and of Pt(dien)-
Th e report of such investigations of these am ino acid-
Mez SO complexes will include analysis of the relative importance
of chloro, aquo, hydroxo, and dimer species as a function of p H
and pCl.23
Acknowledgment
is made to the donors of the Petroleum R e-
search Fund, administered by the Amer ican Ch emical Society,
for support of this research.
(23)
Erickson, L. E.; Burgeson, I. E.; Eidsmoe,
E.;
Larsen, R. G., in
prepa-
ration.
Contribution from the Department of Chemistry,
Grinnell College, Grinnell, Iowa 501
12
Equilibrium and Kinetic Studies of Monoaquo Complexes of Platinum(I1). 2.
Dimerization of P t dien) HzO)2
Luther
E. Erickson,*
Hans L.
Erickson,
and
Tara
Y Meyer
Received September IO, 986
The dimerization of Pt(d ien)( OH Jz+ by reaction with the conjugate base Pt(dien)(OH)+
o
form the p-OH-bridged species has
been investigated by pH methods. Rate constants at
35 OC
for both dimerization
(kd
=
3.3
X
M-
s-l) and dissociation
kd
=
3.0
X
s-l
and the equilibrium constant
Kd
108M-I)
for the reaction were obtained
by
monitoring the pH after partial
titration with Na OH . The significance of these
data
is illustrated
with
species distributio n curves of dimer as
a
function
of
pH
and total platinum concentration.
The a queou s solution chemistry of platin um complexes has
attracted considerable interest in the last few years, owing in part
to its pertinence to use of cis-platinum an d related compoun ds
in cancer chemotherapy. ' Among the most studied platinum
chelates are th e diethylenetriamine complexes, which have t he
advan tage of relatively simple chemistry for substitutio n reactions.
Th e chloro complex [Pt(dien)C l]Cl h as been used extensively to
probe the details of the reaction of D N A nucleotides and
nu-
cleosides with a labi le plat inum s p e c k z Mart in and co-workers
have employed th e analogous palladium
species,
which had parallel
chemistry but which reac ts more rapidly. ,
In
spite of the fact that Pt(dien)Cl+ has been studied extensively
for many years, confusion about the m echanism of its substitution
reactions is still evident. Beattie4 has recently provided an al-
ternative interpretation of kinetic data for anatio n of Pt(dien )-
(OH2)+ , 5which had been cited as evidence for a 3-coordinate
intermed iate in the reaction.6 His interpretation provides values
for the r ate constants for th e hydrolysis reaction
ki
Pt(dien)Cl+ H 2 0 t (di e11 )(0H ~)~ + C1-
1 )
and for the corresponding equilibrium constant
K h
= k , / k 2 .
In
their study of the aqueous solution chemistry of Pd-
(dien)(OH2)2+,Mar tin and L im obtained evidence for the for-
mation
of
a
p-OH
bridged dimer of the aquo species.' The
reaction can be formulated
P d(d ie11) (0H~)~+ P d(d iene ) (OH)+
-
( d i e ~ ~ ) P t - O H - P t ( d i e n ) ~ +
Hz O
( 2 )
For reaction 2 a t 25
OC
and 0.5
M
KNO,, Scheller and Martin
obtained a n equilibrium constant, Kd, of 132 M-I.* However,
as Martin has pointed out in reviewing the hydrolytic equilibria
(1)
Lippard,
S. . Science Washington, D.C.)
1982, 218, 1075.
(2)
Kong,
P.
C.; Theophanides, T. Inorg. Chem.
1974, 13, 1981.
(3)
Martin, R.B.
In
Platinum, Gold, and Other Metal Chemotherapeutic
Agents; ACS Symposium Series
209;
American
Chemical Society:
Washington DC,
1983;
p
231.
(4) Beattie,
J. K norg. Chim . Acra
1983, 76, L69.
5 ) Gray,
H.
B.;
Olcott,
R. J. Inorg. Chem.
1962,
I
481.
(6)
Mureinik, R. J. Coord. Chem. Rev.
1978, 25,
1.
(7) Lim,
M. C.;
Martin,
R. B.
J .
Inorg. Nucl . Chem.
1976, 38, 1911.
(8)
Scheller, K.; Sheller-Krattiger V.;
Martin,
R. B. J . Am. Chem. SOC.
1981, 103, 6833.
0020-1669/87/1326-0997 01.50/0 1987 American Chem ical Society
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998 Inorganic Chemistry, Vol
26,
No 7, 1987
in these systems, the corresponding dimerization reaction in
P t (d i en ) (O H 2 ) z+ a w a it s ~ t u d y . ~
s
part of a broader study of the aqueous solution chemistry
of mon oaquo platinum species, we have recently obtained both
rate an d equilibrium data for the dimerization of these platinum
species, Le., for the process that we will abbreviate
Er ickson e t a l .
P t-OH22+
Pt-OH+
Pt-OH-Pt3+ H20
(3)
k
The data are of interest in themselves, and the pH relaxation
method employed
to
follow the reactions is probably generally
applicable to similar systems. For any partially neutralized
so-
lution of the acidic aquo species, the effect of the dimerization
is to change the ratio of acid to conjugate base, and hence to
change the pH. If less than half of the acid is neutralized, the
pH will drop a s dimerization occurs; if more tha n half, it will
increase. For a half-neutralized solution, the pH will rema in
constant a s dimerization occurs.
In
practice, about 10%
or
90
neutralization yields maximum changes in the p H associated with
the subsequent dimerization. Both rate an d equilibrium constants
for the dimerization process can
be
obtained fro m analysis of the
p H decay curves.
Experimental Section
[F?(dien)Ip. This compound, used to prepare the corresponding aquo
species, was prepared from PtI,.H,O, which in tur n was prepared from
K,PtCl, by treatm ent with KI as reported by Watt and Cude?
[Pt(dien)(OH ,)](NO,),. A stock solution of the aquo complex in water
was prepared by heating
2
mmol of the iod ide complex with
4
mmol of
AgN 03 n about
25
mL of water at
50
for 3 h. The reaction mixture
was then centrifuged to remove the AgI precipitate, and the solid was
washed three times with small portions of water. The washings were
added to the decan tate. This solution was then rotary evaporated to
dryness and carefully diluted to
10.0
mL in a volumetric flask.
Titration and pH Recording Procedures. Titrations and kinetic runs
were carried out in a thermostated IO-mL cell, which was fitted with
appropriate electrodes and a bu ret. Titrations and kinetic runs were
carried out under an atmosphere of nitrogen. The pH was determined
with a Corning Model 10pH meter with an expanded scale. The output
of the meter was connected to a Houston Instruments Omniscribe strip
chart recorder. The temporal stability of the system was tested to insure
essentially zero drift over several hours before any kinetic runs were
made.
In
he kinetic runs, the pH was monitored for at least 12 h, with
the recorder set up to give
full
scale deflection with
a
change of
1 OO
pH
unit.
Results
pK,
Determination.
Th e concentration of stock solution and
the pK, of Pt(dien)(OH2)2+were both determined by titrations
of 1 OO-mL portions of the stock solution (ab out 0.2
M )
diluted
with 2.00 mL of water with 0.1000
N
N aO H in a thermostated
titration cell. The titration was carried ou t rapidly to m inimize
complications from dimerization. Th e pK, (5.87 .02) was taken
as the p H at half neutra l izat ion.
Analysis
o the
Rate Data.
The basis
of
the rate determinations
is the shift in the titration curve of Pt(dien)(O H2)+, which results
from the dimerization process as formulated in eq
3.
W e have
written computer procedures using RS /l software resident in a
VAX-8 600 computer to gen erate simulated titration curves based
on th e full equilibrium model, including the dimerization process.
After determinin g the pK, in a separa te titration , we ran simu lated
titration curves to estimate the p H changes to be expected from
the slow dimerization following rapid partial neutralization. This
chang e is shown in Figure
1
as the difference in p H a t
a
given
extent of neutralization betw een the curve for Kd
= 0
and the curve
for a given
K d
value. Th e dimer curve in Figure 1 corresponds
approximately to the experimen tal conditions employed in kinetic
runs and to Kd
=
108
M- ,
the value determined subsequently
on
the basis of the equilibrium composition of the solutions employed
in the kinetic
runs. On
he basis of Figure 1, we estimated that
the p H would change by more than half a p H unit after 10-20%
(9)
Watt,
G.
W.; Cude, W.
A. Inorg. Chem. 1968, 7, 335.
10)
Alcock, R. M.; Hartley,
F.
R.; Rogers,
D.
E. J Chem.
SOC.,
alton
1973, 1070.
0 2
0 4 0 6
O B
1 0
m l
NaOH
Figure
1.
Effect of dimerization on the titration curve of
0.05 M
mo-
noaquo platinum complex titrated with 0.100
M
NaOH for pK, =
5.87
and Kd
= 108.
' T
I
t , hr
Figure
2.
Decay curve reflecting the dimerization reaction of Pt-
(dien)(OH2)2+with Pt(dien)(OH)+ at
35
OC: A,, =
0.0399 M; Bo
=
0.00609 M.
titration for Kd values near 1 00 and
0.05 M
initial concentration
of complex.
The experimentally determined p H decay curve for one of the
kinetic
runs
is
shown
in
Figure 2. Over the 12 h of the experiment,
the pH changes by about
0.6
unit, in accord with the expectations
of the equilib rium model show n in Figure 1 with a Kd value of
about 108 and 12% neutralization.
The pH vs. time curves for partially neutralized solutions,
diluted to about 0.05
M
in Pt, were then used to determine the
concentrations of Pt-OH ?+ =
A ,
P t - O H +
=
B, and dimer =
D
as a function of time as follows: For each p H value, the ratio
B / A
was calculated from
p H
=
pK, log B / A )
(4)
Since Bo and Ao, he initial con centrations of base and acid forms
before any dim er formed, were known from the stoichiometry,
the concentrations of dimer and of base and acid forms a t any
time were then calculated from
(5)
/ A =
Bo D ) / A o D )
The concentration of Pt(dien)(OH )+
= Bo D ) ,
calculated from
(4)
and (5) , is shown as a function of time for one of the kinetic
runs
in Figure
3.
Figure
3
also includes the curve calculated by
a least-squares linear regression fit of the d ata, assum ing first-order
kinetics, i.e.
6 )
= B , B o
where B , is the equilibrium concentration of Pt(d ien)(O H)+ and
k
is the first-order rate constant for the approach to equilibrium.
The experimentally determined first-order rat e constant,
k,
an
be used t o calculate the ra te constants
kd
and
k4 on
he bas is of
an a ssumed rate law. If we assume second-order dimerization
and a first-order reverse reaction, the rate law can be form ulated
rate
=
d B / d t
= kdAB k4D
(7)
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Mon oaquo Com plexes o f P t ( I1 )
Inorganic Chemistry, Vol.
26 No . 7,
1987
999
0.0067
0
0 0 4
PtOH)
002
I
2 4 E
10
12
0 . o o o i
t , hr
Figure
3.
Decay curve of P t(dien )(OH )+ calculated from the
pK, of
P t ( d i e ~ ~ ) ( o H ~ ) ~ +
5.87
and the data in Figure
2.
The
corresponding
least-squares regression equation is [Pt(dien)(OH)+]
= 0.00 1 19
0.00490 exp(-1.18
X
lo4
1 .
Table I.
Rate
and
Equilibrium Data for the Dimerization of
Pt(dien)(OH2)2+ t
35 OC
run
no.
A
Bo
D , Bo B,)
Kd/M-
1
0.0399 0.006 09 0.004 90
118
2
0.0406 0.005 64 0.004 39 91
mean
108 10
~
run
no.
104k/s- 104kd/M-
S-'
1O4kd/M-
1
1.18 .04 33.4 0.28
2 1.19 0.02 32.5 0.33
mean 33 1
0.30 0.03
Und er the conditions employed, only a small fraction of the acid
form will react,
so
that the reaction can be treated as a pseudo-
first-order reversible reaction with
dd t
=
kdA.
The observed
first-order rate constant,
k ,
can be identified with
kdt k4.
Furthermore,
kd
=
k d , / A ,
and
Kd = kd1k-d
=
D,/A,B, , so
all
three constants can be calculated from the data. Results for two
separate kinet ic runs a t
35 O C
ar e collected in Tab le
I.
Discussion
T h e di me ri za ti on co ns ta nt f or P t ( d i e ~ ~ ) ( o H ~ ) ~ + ,
08 10M-I,
reported here is close to the
132
M-' reported for the corresponding
Pd complex at
25
0C.3*s
or a
0.10
M
solution at p H
=
pKa, more
than half of the complex is in the form of t he dimer. Of course,
as the p H moves away from the pKa and for more dilute solutions
the extent of dimerization rapidly becomes negligible. Th e effect
of pH and of total concentration of platinum on th e fractional
populations of the dimer is shown in Figure
4.
The fractional
populations were calculated from th e equilibrium model, which
takes into account both dimerization an d the ac idlba se equilib-
rium. For solutions more dilute than abo ut
0.003
M in Pt, the
fractional population of dimer never exceeds IO , even a t pH =
pKa where its concentration is a maxim um.
It is not surpris ing that the dimerizat ion of P t(die n)(H 20) 2+
has not been noticed in connection with an y of the kinetic studies
that have been done on the compound. Much of that work in-
volved spectrophotometric analysis tha t required relatively dilute
solutions. In addition, much of th at work was done at relatively
low pH , where the aq uo species prevails, or at high pH , where
o E T
F
r
- p t
0 0030
--3-
C P t - 0.0100
0
p t 0 0300
o S P t -
O.lOO0
n
0 2
0 0
3 0
4 0
5 0
6 7 0 8 0
9 0
0 2
0 0
3 0
4 0
5 0 6 0
7 0 8 0
9 0
PH
Figure
4.
Effect of pH and total platinum concentration
on
he fractional
population of dimers.
the hydroxo form prevails. Th e comparative sluggishness of the
dimerization reaction relative to com peting reactions probably
also contributed to its neglect. Though the population distribution
shown in Figure
3
and the sluggishness of the dimerization reduce
the chances that the process will have an y significant effect on
reactions of the aquo complex, there may be conditions where
dimerization is an importan t complication. Th e addition of basic
ligands whose conjugate acids have pKa values comparable to th e
pKa of the dien species, abou t
6,
will yield solutions buffered n ear
the pKa, where the equilibrium frac tion of dimer is a max imum .
If concentrated solutions of such mixtures are allowed to equil-
ibrate, the concentration of dimer may be significant.
The close similarities in the pKa and
Kd
for the parallel platinum
and palladium dimers add support to Martin's efforts to employ
palladium analogues to model the detailed solution chemistry of
the more sluggish pla t inum c ~m pl ex es . ~he palladium complex
is somewhat less acidic (pKa
=
7.74
in
0.5
M
KN03
t
21
O C
vs.
5.87
a t 35
O C
or
6.13
a t
25
OC l0 for the platinum analogue).
However, the dimerization constants are both close to
100,
so
the
significance of th e dimer species in the two cases is compa rable.
The p H relaxation approach , guided by compute r modeling as
employed in this study, is currently being applied to th e somewhat
faster dimerization processes of mixed amin o acid-Me2SO-aquo
complexes of platinum. Th e same appr oach could very likely
be used to determine the much fas ter dimerization rate of the
parallel Pd(dien) (OH 2)2+ pecies. The success is fitting the ti-
tration data for the palladium complex to an equilibrium model
suggests that t he ra te of dimerization for the palladium species
is at least
100-1000
times faster than that of the platinum species,
for which an ordinary titration curve shows
no
perceptible deviation
from ideal behavior.
Acknowledgment
is made to the .donors of the P etroleum R e-
search Fund , administered by the American C hemical Society,
for support of this research.
Registry
No.
Pt(dien)(OH2),
48102-16-5;
Pt(dien)(OH)*,
48102-
15-4.
(1
1)
Erickson,
L. E.;
Burgeson,
I.
E.;
Eidsmoe,
E.;
Larsen,
R.
G.,
manuscript
in preparation.